自锥度量空间的概念被提出以来,已经有数位学者对其结构和性质进行了探讨.研究了锥度量空间中非相容映象对,并利用非相容映象对的性质和压缩条件得到一类映象的公共不动点定理,其结果推广了相关文献的结果.
Since the notation of cone metric spaces was taised,several authors have studied its constructions and properties.The non compatible conditions of mapping was studies in the cone metric spaces.By making use of the noncompatible and contractive conditions,we establish common fixed piont theorems and extend the corresponding results in other references.